Projective Synchronization of Hyperchaotic Financial Systems

Jiming Zheng, Bingfang Du
2015 Discrete Dynamics in Nature and Society  
Based on a special matrix structure, the projective synchronization control laws of the hyperchaotic financial systems are proposed in this paper. Put a hyperchaotic financial system as the drive system, via transformation of the system state variables, construct its response system, and then design the controller based on the special matrix structure. The given scheme is applied to achieve projective synchronization of the different hyperchaotic financial systems. Numerical experiments demonstrate the effectiveness of the method.
doi:10.1155/2015/782630 fatcat:nlyzjmd6mfejdaj4n6lmz5ng3u